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An Efficient Low-Latency Point-Multiplication Over Curve25519

机译:曲线25519上的有效低延迟点乘法

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摘要

The elliptic curve cryptography (ECC) has gained attention mainly due to its lower complexity compared to other asymmetric methods while providing the same security level. The most performance critical operation in ECC is the point multiplication. Thus, its efficient implementation is desirable. One of the most secure and lightweight ECC curves, which satisfies all standard security criteria, is the Curve25519. In this paper, a low latency Karatsuba-Ofman-based field multiplier (KOM) and an efficient point multiplication over Curve25519 have been proposed. The improvements have been achieved mainly due to the proposed low latency pipelined KOM and efficient scheduling of field operations. Moreover, an enhanced architecture exploiting a number of well-known differential power analysis (DPA) countermeasures have been implemented. To evaluate this work against the previous ones, FPGA has been exploited to implement the point multiplication architectures. The FPGA implementation results of the enhanced and regular architectures show at least 64% and 33% improvement in A(s)T (slice_count x time) compared to those in the previous work, respectively. However, A(d)T (DSP_count x time) metrics in both architectures seem to be similar to the previous work. Furthermore, the time complexity of both enhanced and regular architectures decreases 89% using Zynq-7020.
机译:椭圆曲线密码学(ECC)之所以受到关注,主要是因为与其他非对称方法相比,它在提供相同安全级别的同时具有较低的复杂性。 ECC中对性能最关键的操作是点乘法。因此,期望其有效实施。满足所有标准安全性标准的最安全,最轻便的ECC曲线之一是Curve25519。本文提出了一种基于Karatsuba-Ofman的低延迟字段乘数(KOM)和基于Curve25519的有效点乘法。主要由于提议的低延迟流水线KOM和现场作业的有效调度而实现了改进。此外,已经实现了利用许多众所周知的差分功率分析(DPA)对策的增强架构。为了与以前的工作评估该工作,已经利用FPGA来实现点乘法架构。与以前的工作相比,增强型和常规架构的FPGA实现结果分别显示出A(s)T(slice_count x时间)分别提高了至少64%和33%。但是,两种架构中的A(d)T(DSP_count x时间)指标似乎都与以前的工作类似。此外,使用Zynq-7020,增强型和常规架构的时间复杂度都降低了89%。

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